Poisson intensity estimation for the Spektor–Lord–Willis problem using a wavelet shrinkage approach

Bogdan Ćmiel

Type: Article

Publication Date: 2012-07-01

Citations: 4

DOI: https://doi.org/10.1016/j.jmva.2012.06.009

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Locations

Journal of Multivariate Analysis - View

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+	Asymptotic confidence bands in the Spektor-Lord-Willis problem via kernel estimation of intensity derivative	2018	Bogdan Ćmiel Zbigniew Szkutnik Jakub Wojdyła
+	None	2024	Zbigniew Szkutnik
+ PDF Chat	Towards adaptivity via a new discrepancy principle for Poisson inverse problems	2021	Grzegorz P. Mika Zbigniew Szkutnik

Works Cited by This (7)

Action	Title	Year	Authors
+	Wavelets, Approximation, and Statistical Applications	1998	Wolfgang Karl Härdle Gérard Kerkyacharian Dominique Picard A. B. Tsybakov
+	Unfolding spheres size distribution from linear sections with B-splines and EMDS algorithm	2007	Zbigniew Szkutnik
+	Universal Near Minimaxity of Wavelet Shrinkage	1997	David L. Donoho Iain M. Johnstone G. Kerkyacharian D. Picard
+	A note on minimax rates of convergence in the Spektor-Lord-Willis problem	2010	Zbigniew Szkutnik
+	Nonlinear Solution of Linear Inverse Problems by Wavelet–Vaguelette Decomposition	1995	David L. Donoho
+	An adaptive wavelet shrinkage approach to the Spektor–Lord–Willis problem	2010	Bogdan Ćmiel
+	MINIMAX UNFOLDING OF THE SPHERES SIZE DISTRIBUTION FROM LINEAR SECTIONS	2008	Anna E. Dudek Zbigniew Szkutnik